What is the support of a continuous random variable?
- The highest and lowest value of the variable
- The mean value of the distribution
- The set of values that have non-zero probability
- The variance of the distribution
The support of a random variable is the set of values in the range of the variable that have non-zero probability. For a continuous random variable, it's the set of values over which the probability density function is non-zero.
Loading...
Related Quiz
- Simple linear regression is a method used to predict a ________ variable using a ________ variable.
- How does PCA help in reducing the dimensionality of the dataset?
- How does factor analysis help in understanding the structure of a dataset?
- What does the interquartile range in a box plot represent?
- Multicollinearity refers to a situation where two or more _______ are highly linearly related.